Hello. Thanks for interesting video. Can you give more detail process about step: x-xbar->x in state space equation and how simulink model and controller connect with it will look like. Thanks you so much.
Hello Brian! in the final equation you have gotten and when I tried to substitute in value of the operating point(H_bar, V_bar), does the left side (H_dot) has to equal to zero? I tired to substitute but I have gotten nonzero value, why?
I did not get the "re-label where we call zero" part. It looked like you made Hbar = 0, but then you took the square root of it n the slope term, making it result in -a/4A. It looks mathematically inconsistent, to consider Hbar to be zero only at one part. Could you explain? (Or someone that got this)
Hello Brian. Very well taught. Thanks a million times.
Every time he says tech talk i hear "TED talk", thanks Brian.
great video, really helped me out
Thank you so much.
Hello. Thanks for interesting video. Can you give more detail process about step: x-xbar->x in state space equation and how simulink model and controller connect with it will look like. Thanks you so much.
Thanks Brian !!
Hello Brian! in the final equation you have gotten and when I tried to substitute in value of the operating point(H_bar, V_bar), does the left side (H_dot) has to equal to zero? I tired to substitute but I have gotten nonzero value, why?
I have trigonometric dynamic equation. Is it highly nonlinear?
I want to check the controllability and observability of my model.
thank you
I did not get the "re-label where we call zero" part. It looked like you made Hbar = 0, but then you took the square root of it n the slope term, making it result in -a/4A.
It looks mathematically inconsistent, to consider Hbar to be zero only at one part. Could you explain? (Or someone that got this)
çok yararlı bi video
Thank you!
Hello, Brian if you are linearizing at H(bar) = 4 then how does H-H(bar) = H? is not H(bar) at 0
Fantastic
Two of the links link to AEM pages within MathWorks. Please edit those. Thanks
Samvith V Rao I asked Mathworks to update the links (I don’t post these so I can’t do it myself). Thanks for pointing it out!
Hi Samvith, thanks for catching that. Links are updated now.
how pendulum will be at equilibrium pointing straight up ?
With friction forces helping/triming a a bit? Hahaha
can someone explain this please?